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これでイロチ♀臆病5v(A0)メン出まで頑張るぞ〜〜い！ With this, let's keep going until we get a shiny ♀ timid 5IV (0Atk) Sobble!
まるいおまもりィイィイ!！ Oval Charm!!
あずかりやさん [預かり屋さん] Nursery
-
[Assume Int and Cin are both 5IV and 0ATK, no Masuda Method, no Shiny charm, everstone and Destiny Knot, a shiny female Sobble is... Base Shiny chance 1/4096 Female chance 1/8 ATK IV is 0 or other IV is 31 1/32
Total = 1 / 1048576 = 0.000095%
To get a 99% chance of hatching desired shiny, it would take ~4900000 eggs.
Chance of hatching at least 1 of desired shiny = 1 - (1- (1 / 1048576))^n n = eggs hatched
Unless I math wrong...
Edit correcting math, Random IV doesn't matter. Top left Int and Cin text untranslated as too low resolution to read
Edit 2 Masuda Method raises total chance to 3 / 524288 = 0.00057% and to get a 99% chance of hatching desired shiny to ~ 810000 eggs
これでイロチ♀臆病5v(A0)メン出まで頑張るぞ〜〜い！ With this, let's keep going until we get a shiny ♀ timid 5IV (0Atk) Sobble!
まるいおまもりィイィイ!！ Oval Charm!!
あずかりやさん [預かり屋さん] Nursery
-
[Assume Int and Cin are both 5IV and 0ATK, no Masuda Method, no Shiny charm, everstone and Destiny Knot, a shiny female Sobble is... Base Shiny chance 1/4096 Female chance: 1/8 Randomised ATK 1/6 IV is 0 1/32
Total = 1 / 6291459 = 0.000016%
To get a 99% chance of hatching desired shiny, it would take ~29000000 eggs.
Chance of hatching at least 1 of desired shiny = 1 - (1- (1/6291459))^n n = eggs hatched
Unless I math wrong...
you translated everything, why "partially translated"?
これでイロチ♀臆病5v(A0)メン出まで頑張るぞ〜〜い！ With this, let's keep going until we get a shiny ♀ timid 5IV (0Atk) Sobble!
まるいおまもりィイィイ!！ Oval Charm!!
あずかりやさん [預かり屋さん] Nursery
-
[Assume Int and Cin are both 5IV and 0ATK, no Masuda Method, no Shiny charm, everstone and Destiny Knot, a shiny female Sobble is... Base Shiny chance 1/4096 Female chance 1/8 ATK IV is 0 or other IV is 31 1/32
Total = 1 / 1048576 = 0.000095%
To get a 99% chance of hatching desired shiny, it would take ~4900000 eggs.
Chance of hatching at least 1 of desired shiny = 1 - (1- (1 / 1048576))^n n = eggs hatched
Unless I math wrong...
Edit correcting math, Random IV doesn't matter. Top left Int and Cin text untranslated as too low resolution to read
Edit 2 Masuda Method raises total chance to 3 / 524288 = 0.00057% and to get a 99% chance of hatching desired shiny to ~ 810000 eggs
in other words in just makes him incredibly fertile with shinies
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Lucka2
BlockedThe revenge of Cinderace
anguirus12345
MemberWow fantastic
Latias~
Memberじゃおう〜!！
Let's go!!
これでイロチ♀臆病5v(A0)メン出まで頑張るぞ〜〜い！
With this, let's keep going until we get a shiny ♀ timid 5IV (0Atk) Sobble!
まるいおまもりィイィイ!！
Oval Charm!!
あずかりやさん
[預かり屋さん]
Nursery
-
[Assume Int and Cin are both 5IV and 0ATK, no Masuda Method, no Shiny charm, everstone and Destiny Knot, a shiny female Sobble is...
Base Shiny chance 1/4096
Female chance 1/8
ATK IV is 0 or other IV is 31 1/32
Total = 1 / 1048576 = 0.000095%
To get a 99% chance of hatching desired shiny, it would take ~4900000 eggs.
Chance of hatching at least 1 of desired shiny = 1 - (1- (1 / 1048576))^n
n = eggs hatched
Unless I math wrong...
Edit correcting math, Random IV doesn't matter.
Top left Int and Cin text untranslated as too low resolution to read
Edit 2
Masuda Method raises total chance to 3 / 524288 = 0.00057%
and to get a 99% chance of hatching desired shiny to ~ 810000 eggs
Updated
anguirus12345
Memberyou translated everything, why "partially translated"?
Triti
MemberLikely because the English text did not need to be translated, so it wasn't.
Moooooma
MemberInt←JPN Cin←ENG
It's MASUDA method.
Rokwobo
MemberIt is hillarious to use the masuda method in general as he hates it being named after him so imagine how he would flip if he saw this
Moooooma
MemberOh is that so? So should we call it international method?
ledbullet100
Memberin other words in just makes him incredibly fertile with shinies
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